<p>(a) and ; (b) and ; (c) and ; (d) and . and the maximal vaccination coverage is . Other parameters are set to the same values as in Fig. 3. Nodes are grouped into 30 groups.</p
Immunization of complex network with minimal or limited budget is a challenging issue for research c...
Background: Network-based interventions against epidemic spread are most powerful when the full netw...
The high incidence of emerging infectious diseases has highlighted the importance of effective immun...
<p>(a) and ; (b) and ; (c) and ; (d) and ; (e) and ; (f) and . Other parameters are set to the...
<p>Optimal allocation (a), (d), and (g) for (left column); optimal allocation (b), (e), and (...
<p>The differences in the final epidemic ratios (left panel) and (right panel) using different imm...
Since the allocation of vaccines is often constrained by limited resources, designing an economical ...
<p>The difference in the sizes of the giant component (left panel) and (right panel) using differe...
<p>, . (a) varies with <i>f</i> for <i>AI</i>, the optimal immunization ratio . (b) varies with <i...
<p>Vaccine coverage is given as a function of <i>r</i> for the two extreme cases: fully payoff maxim...
<p>The comparison of no mitigation (No Vacc, blue line), a random vaccination of 10 percent of the p...
: We compared seven node vaccination strategies in twelve real-world complex networks. The node vacc...
The high incidence of emerging infectious diseases has highlighted the importance of effective immun...
<p>The networks used are multiplex ER networks (solid line) and multiplex SF networks (dashed line) ...
Optimization of vaccine allocations among different segments of a heterogeneous population is import...
Immunization of complex network with minimal or limited budget is a challenging issue for research c...
Background: Network-based interventions against epidemic spread are most powerful when the full netw...
The high incidence of emerging infectious diseases has highlighted the importance of effective immun...
<p>(a) and ; (b) and ; (c) and ; (d) and ; (e) and ; (f) and . Other parameters are set to the...
<p>Optimal allocation (a), (d), and (g) for (left column); optimal allocation (b), (e), and (...
<p>The differences in the final epidemic ratios (left panel) and (right panel) using different imm...
Since the allocation of vaccines is often constrained by limited resources, designing an economical ...
<p>The difference in the sizes of the giant component (left panel) and (right panel) using differe...
<p>, . (a) varies with <i>f</i> for <i>AI</i>, the optimal immunization ratio . (b) varies with <i...
<p>Vaccine coverage is given as a function of <i>r</i> for the two extreme cases: fully payoff maxim...
<p>The comparison of no mitigation (No Vacc, blue line), a random vaccination of 10 percent of the p...
: We compared seven node vaccination strategies in twelve real-world complex networks. The node vacc...
The high incidence of emerging infectious diseases has highlighted the importance of effective immun...
<p>The networks used are multiplex ER networks (solid line) and multiplex SF networks (dashed line) ...
Optimization of vaccine allocations among different segments of a heterogeneous population is import...
Immunization of complex network with minimal or limited budget is a challenging issue for research c...
Background: Network-based interventions against epidemic spread are most powerful when the full netw...
The high incidence of emerging infectious diseases has highlighted the importance of effective immun...
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